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Why does he need to equalise his ears on the way down? What would happen if he just shot up to the surface from 20m down?

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Presentation on theme: "Why does he need to equalise his ears on the way down? What would happen if he just shot up to the surface from 20m down?"— Presentation transcript:

1 Why does he need to equalise his ears on the way down? What would happen if he just shot up to the surface from 20m down?

2 Objectives Relate (without calculation) the pressure beneath a liquid surface to depth and to density, using appropriate examples. Recall and use the equation p = F/A Recall and use the equation p = hρg Outcomes C: Describe how to calculate pressure. B: Calculate pressure in different situations using both equations. A: Calculate pressure in complex situations using a series of steps. Key terms: Pressure, force, area, density, equation.

3 Task Calculating your pressure on an area. Using the equation P = F / A Calculate your pressure on an area. What would the units be? Outcomes C: Describe how to calculate pressure. B: Calculate pressure in different situations using both equations. A: Calculate pressure in complex situations using a series of steps. Key terms: Pressure, force, area, density, equation. Pressure is measured in Newton's per square meter (N/m 2 ) also known as Pascal's (Pa) – it can also be measured in N/cm 2

4 Key terms: Pressure, force, area, density, equation.

5 P = hpg where h is depth of fluid, g is gravitational field strength, and p is the density (mass per unit volume) Calculate the pressure on an object 10m down in water (density: 1000kg/m 3 ). Outcomes C: Describe how to calculate pressure. B: Calculate pressure in different situations using both equations. A: Calculate pressure in complex situations using a series of steps. Key terms: Pressure, force, area, density, equation.

6 A 0.75-kg physics book with dimensions of 24 cm by 20 cm is on a table. What force does the book apply to the table? What pressure does the book apply? The pressure exerted by the atmosphere is about 1.0 x 10 5 Pa. Convert this to kPa. A 75-kg solid cylinder, 2.5 m long and with an end radius of 5.0 cm, stands on one end. How much pressure does it exert? A reservoir behind a dam is 15 m deep. What is the pressure at the base of the dam? What is the pressure 5.0 m from the top of the dam? How tall must a column of mercury, d = 1.36 x 10 4 kg/m 3, be to exert a pressure equal to the atmosphere? A dog, whose paw has an area of 12.0 cm, has a mass of 8.0 kg. What average pressure does the dog exert while standing? A crate, whose bottom surface is 50.4 cm by 28.3 cm, exerts a pressure of 2.50 x 10 3 Pa on the floor. What is the mass of the crate? A test tube standing vertically in a test- tube rack contains 2.5 cm of oil (d = 0.81 g/cm 3 ) and 6.5 cm of water. What is the pressure on the bottom of the test tube?


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